TSTP Solution File: LCL664+1.005 by CSE---1.6
View Problem
- Process Solution
%------------------------------------------------------------------------------
% File : CSE---1.6
% Problem : LCL664+1.005 : TPTP v8.1.2. Released v4.0.0.
% Transfm : none
% Format : tptp:raw
% Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %s %d
% Computer : n028.cluster.edu
% Model : x86_64 x86_64
% CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz
% Memory : 8042.1875MB
% OS : Linux 3.10.0-693.el7.x86_64
% CPULimit : 300s
% WCLimit : 300s
% DateTime : Thu Aug 31 06:50:14 EDT 2023
% Result : Theorem 266.76s 267.59s
% Output : CNFRefutation 267.34s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.11/0.13 % Problem : LCL664+1.005 : TPTP v8.1.2. Released v4.0.0.
% 0.11/0.13 % Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %s %d
% 0.13/0.34 % Computer : n028.cluster.edu
% 0.13/0.34 % Model : x86_64 x86_64
% 0.13/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.13/0.34 % Memory : 8042.1875MB
% 0.13/0.34 % OS : Linux 3.10.0-693.el7.x86_64
% 0.13/0.34 % CPULimit : 300
% 0.13/0.34 % WCLimit : 300
% 0.13/0.34 % DateTime : Fri Aug 25 06:45:35 EDT 2023
% 0.13/0.34 % CPUTime :
% 0.19/0.57 start to proof:theBenchmark
% 266.76/267.55 %-------------------------------------------
% 266.76/267.55 % File :CSE---1.6
% 266.76/267.55 % Problem :theBenchmark
% 266.76/267.55 % Transform :cnf
% 266.76/267.55 % Format :tptp:raw
% 266.76/267.55 % Command :java -jar mcs_scs.jar %d %s
% 266.76/267.55
% 266.76/267.55 % Result :Theorem 266.000000s
% 266.76/267.55 % Output :CNFRefutation 266.000000s
% 266.76/267.55 %-------------------------------------------
% 266.76/267.57 %------------------------------------------------------------------------------
% 266.76/267.57 % File : LCL664+1.005 : TPTP v8.1.2. Released v4.0.0.
% 266.76/267.57 % Domain : Logic Calculi (Modal Logic)
% 266.76/267.57 % Problem : In KT, path through a labyrinth, size 5
% 266.76/267.57 % Version : Especial.
% 266.76/267.57 % English :
% 266.76/267.57
% 266.76/267.57 % Refs : [BHS00] Balsiger et al. (2000), A Benchmark Method for the Pro
% 266.76/267.57 % : [Kam08] Kaminski (2008), Email to G. Sutcliffe
% 266.76/267.57 % Source : [Kam08]
% 266.76/267.57 % Names : kt_path_p [BHS00]
% 266.76/267.57
% 266.76/267.57 % Status : Theorem
% 266.76/267.57 % Rating : 0.27 v8.1.0, 0.21 v7.5.0, 0.19 v7.4.0, 0.12 v7.3.0, 0.14 v7.2.0, 0.00 v7.0.0, 0.14 v6.4.0, 0.07 v6.3.0, 0.08 v6.2.0, 0.09 v6.1.0, 0.32 v6.0.0, 0.25 v5.5.0, 0.50 v5.4.0, 0.48 v5.3.0, 0.57 v5.2.0, 0.43 v5.1.0, 0.50 v4.1.0, 0.67 v4.0.1, 0.74 v4.0.0
% 266.76/267.57 % Syntax : Number of formulae : 2 ( 1 unt; 0 def)
% 266.76/267.57 % Number of atoms : 391 ( 0 equ)
% 266.76/267.57 % Maximal formula atoms : 390 ( 195 avg)
% 266.76/267.57 % Number of connectives : 841 ( 452 ~; 325 |; 64 &)
% 266.76/267.57 % ( 0 <=>; 0 =>; 0 <=; 0 <~>)
% 266.76/267.57 % Maximal formula depth : 80 ( 41 avg)
% 266.76/267.57 % Maximal term depth : 1 ( 1 avg)
% 266.76/267.57 % Number of predicates : 31 ( 31 usr; 0 prp; 1-2 aty)
% 266.76/267.57 % Number of functors : 0 ( 0 usr; 0 con; --- aty)
% 266.76/267.57 % Number of variables : 256 ( 255 !; 1 ?)
% 266.76/267.57 % SPC : FOF_THM_RFO_NEQ
% 266.76/267.57
% 266.76/267.57 % Comments : A naive relational encoding of the modal logic problem into
% 266.76/267.57 % first-order logic.
% 266.76/267.57 %------------------------------------------------------------------------------
% 266.76/267.57 fof(reflexivity,axiom,
% 266.76/267.57 ! [X] : r1(X,X) ).
% 266.76/267.57
% 266.76/267.57 fof(main,conjecture,
% 266.76/267.57 ~ ? [X] :
% 266.76/267.57 ~ ( ~ ! [Y] :
% 266.76/267.57 ( ~ r1(X,Y)
% 266.76/267.57 | ! [X] :
% 266.76/267.57 ( ~ r1(Y,X)
% 266.76/267.57 | ! [Y] :
% 266.76/267.57 ( ~ r1(X,Y)
% 266.76/267.57 | ! [X] :
% 266.76/267.57 ( ~ r1(Y,X)
% 266.76/267.57 | ! [Y] :
% 266.76/267.57 ( ~ r1(X,Y)
% 266.76/267.57 | p56(Y) ) ) ) ) )
% 266.76/267.57 | ~ ! [Y] :
% 266.76/267.57 ( ~ r1(X,Y)
% 266.76/267.57 | ! [X] :
% 266.76/267.57 ( ~ r1(Y,X)
% 266.76/267.57 | ! [Y] :
% 266.76/267.57 ( ~ r1(X,Y)
% 266.76/267.57 | ! [X] :
% 266.76/267.57 ( ~ r1(Y,X)
% 266.76/267.57 | ! [Y] :
% 266.76/267.57 ( ~ r1(X,Y)
% 266.76/267.57 | p54(Y) ) ) ) ) )
% 266.76/267.57 | ~ ! [Y] :
% 266.76/267.57 ( ~ r1(X,Y)
% 266.76/267.57 | ! [X] :
% 266.76/267.57 ( ~ r1(Y,X)
% 266.76/267.57 | ! [Y] :
% 266.76/267.57 ( ~ r1(X,Y)
% 266.76/267.57 | ! [X] :
% 266.76/267.57 ( ~ r1(Y,X)
% 266.76/267.57 | ! [Y] :
% 266.76/267.57 ( ~ r1(X,Y)
% 266.76/267.57 | p54(Y) ) ) ) ) )
% 266.76/267.57 | ~ ! [Y] :
% 266.76/267.57 ( ~ r1(X,Y)
% 266.76/267.57 | ! [X] :
% 266.76/267.57 ( ~ r1(Y,X)
% 266.76/267.57 | ! [Y] :
% 266.76/267.57 ( ~ r1(X,Y)
% 266.76/267.57 | ! [X] :
% 266.76/267.57 ( ~ r1(Y,X)
% 266.76/267.57 | ! [Y] :
% 266.76/267.57 ( ~ r1(X,Y)
% 266.76/267.57 | p52(Y) ) ) ) ) )
% 266.76/267.57 | ~ ! [Y] :
% 266.76/267.57 ( ~ r1(X,Y)
% 266.76/267.57 | ! [X] :
% 266.76/267.57 ( ~ r1(Y,X)
% 266.76/267.57 | ! [Y] :
% 266.76/267.57 ( ~ r1(X,Y)
% 266.76/267.57 | ! [X] :
% 266.76/267.57 ( ~ r1(Y,X)
% 266.76/267.57 | ~ ( ! [Y] :
% 266.76/267.57 ( ~ r1(X,Y)
% 266.76/267.57 | p56(Y) )
% 266.76/267.57 & ~ p46(X) ) ) ) ) )
% 266.76/267.57 | ~ ! [Y] :
% 266.76/267.57 ( ~ r1(X,Y)
% 266.76/267.57 | ! [X] :
% 266.76/267.57 ( ~ r1(Y,X)
% 266.76/267.57 | ! [Y] :
% 266.76/267.57 ( ~ r1(X,Y)
% 266.76/267.57 | ! [X] :
% 266.76/267.57 ( ~ r1(Y,X)
% 266.76/267.57 | ~ ( ! [Y] :
% 266.76/267.57 ( ~ r1(X,Y)
% 266.76/267.57 | p56(Y) )
% 266.76/267.57 & ~ p44(X) ) ) ) ) )
% 266.76/267.57 | ~ ! [Y] :
% 266.76/267.57 ( ~ r1(X,Y)
% 266.76/267.57 | ! [X] :
% 266.76/267.57 ( ~ r1(Y,X)
% 266.76/267.57 | ! [Y] :
% 266.76/267.57 ( ~ r1(X,Y)
% 266.76/267.57 | ! [X] :
% 266.76/267.57 ( ~ r1(Y,X)
% 266.76/267.57 | ~ ( ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | p56(Y) )
% 266.76/267.58 & ~ p42(X) ) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ~ ( ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | p54(Y) )
% 266.76/267.58 & ~ p46(X) ) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ~ ( ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | p54(Y) )
% 266.76/267.58 & ~ p44(X) ) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ~ ( ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | p54(Y) )
% 266.76/267.58 & ~ p42(X) ) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ~ ( ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | p52(Y) )
% 266.76/267.58 & ~ p46(X) ) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ~ ( ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | p52(Y) )
% 266.76/267.58 & ~ p44(X) ) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ~ ( ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | p52(Y) )
% 266.76/267.58 & ~ p42(X) ) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ~ ( ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | p46(X) )
% 266.76/267.58 & ~ p36(Y) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ~ ( ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | p46(X) )
% 266.76/267.58 & ~ p32(Y) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ~ ( ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | p55(Y) )
% 266.76/267.58 & ~ p45(X) ) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ~ ( ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | p53(Y) )
% 266.76/267.58 & ~ p45(X) ) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ~ ( ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | p51(Y) )
% 266.76/267.58 & ~ p45(X) ) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ~ ( ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | p44(X) )
% 266.76/267.58 & ~ p36(Y) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ~ ( ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | p44(X) )
% 266.76/267.58 & ~ p32(Y) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ~ ( ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | p55(Y) )
% 266.76/267.58 & ~ p43(X) ) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ~ ( ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | p53(Y) )
% 266.76/267.58 & ~ p43(X) ) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ~ ( ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | p51(Y) )
% 266.76/267.58 & ~ p43(X) ) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ~ ( ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | p42(X) )
% 266.76/267.58 & ~ p36(Y) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ~ ( ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | p42(X) )
% 266.76/267.58 & ~ p32(Y) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ~ ( ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | p55(Y) )
% 266.76/267.58 & ~ p41(X) ) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ~ ( ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | p54(Y) )
% 266.76/267.58 & ~ p41(X) ) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ~ ( ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | p53(Y) )
% 266.76/267.58 & ~ p41(X) ) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ~ ( ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | p51(Y) )
% 266.76/267.58 & ~ p41(X) ) ) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ~ ( ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | p36(Y) )
% 266.76/267.58 & ~ p26(X) ) ) )
% 266.76/267.58 | ~ ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | ! [X] :
% 266.76/267.58 ( ~ r1(Y,X)
% 266.76/267.58 | ~ ( ! [Y] :
% 266.76/267.58 ( ~ r1(X,Y)
% 266.76/267.58 | p36(Y) )
% 266.76/267.58 & ~ p24(X) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ~ ( ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p36(Y) )
% 266.76/267.59 & ~ p22(X) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ~ ( ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | p45(X) )
% 266.76/267.59 & ~ p35(Y) ) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ~ ( ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | p43(X) )
% 266.76/267.59 & ~ p35(Y) ) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ~ ( ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p34(Y) )
% 266.76/267.59 & ~ p26(X) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ~ ( ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p34(Y) )
% 266.76/267.59 & ~ p24(X) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ~ ( ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p34(Y) )
% 266.76/267.59 & ~ p22(X) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ~ ( ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | p41(X) )
% 266.76/267.59 & ~ p34(Y) ) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ~ ( ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | p45(X) )
% 266.76/267.59 & ~ p33(Y) ) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ~ ( ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | p43(X) )
% 266.76/267.59 & ~ p33(Y) ) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ~ ( ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p32(Y) )
% 266.76/267.59 & ~ p26(X) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ~ ( ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p32(Y) )
% 266.76/267.59 & ~ p24(X) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ~ ( ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p32(Y) )
% 266.76/267.59 & ~ p22(X) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ~ ( ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | p45(X) )
% 266.76/267.59 & ~ p31(Y) ) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ~ ( ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | p43(X) )
% 266.76/267.59 & ~ p31(Y) ) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ~ ( ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | p26(X) )
% 266.76/267.59 & ~ p16(Y) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ~ ( ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | p26(X) )
% 266.76/267.59 & ~ p14(Y) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ~ ( ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p35(Y) )
% 266.76/267.59 & ~ p25(X) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ~ ( ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p33(Y) )
% 266.76/267.59 & ~ p25(X) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ~ ( ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p31(Y) )
% 266.76/267.59 & ~ p25(X) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ~ ( ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | p24(X) )
% 266.76/267.59 & ~ p16(Y) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ~ ( ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | p24(X) )
% 266.76/267.59 & ~ p14(Y) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ~ ( ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p35(Y) )
% 266.76/267.59 & ~ p23(X) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ~ ( ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p33(Y) )
% 266.76/267.59 & ~ p23(X) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ~ ( ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p31(Y) )
% 266.76/267.59 & ~ p23(X) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ~ ( ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | p22(X) )
% 266.76/267.59 & ~ p16(Y) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ~ ( ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | p22(X) )
% 266.76/267.59 & ~ p14(Y) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ~ ( ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p35(Y) )
% 266.76/267.59 & ~ p21(X) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ~ ( ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p34(Y) )
% 266.76/267.59 & ~ p21(X) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ~ ( ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p33(Y) )
% 266.76/267.59 & ~ p21(X) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | ~ ( ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p31(Y) )
% 266.76/267.59 & ~ p21(X) ) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ~ ( ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | p25(X) )
% 266.76/267.59 & ~ p15(Y) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ~ ( ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | p23(X) )
% 266.76/267.59 & ~ p15(Y) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ~ ( ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | p25(X) )
% 266.76/267.59 & ~ p13(Y) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ~ ( ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | p23(X) )
% 266.76/267.59 & ~ p13(Y) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ~ ( ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | p21(X) )
% 266.76/267.59 & ~ p12(Y) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ~ ( ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | p25(X) )
% 266.76/267.59 & ~ p11(Y) ) )
% 266.76/267.59 | ~ ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | ~ ( ! [X] :
% 266.76/267.59 ( ~ r1(Y,X)
% 266.76/267.59 | p23(X) )
% 266.76/267.59 & ~ p11(Y) ) )
% 266.76/267.59 | ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p15(Y) )
% 266.76/267.59 | ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p13(Y) )
% 266.76/267.59 | ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p12(Y) )
% 266.76/267.59 | ! [Y] :
% 266.76/267.59 ( ~ r1(X,Y)
% 266.76/267.59 | p11(Y) ) ) ).
% 266.76/267.59
% 266.76/267.59 %------------------------------------------------------------------------------
% 266.76/267.59 %-------------------------------------------
% 266.76/267.59 % Proof found
% 266.76/267.59 % SZS status Theorem for theBenchmark
% 266.76/267.59 % SZS output start Proof
% 266.84/267.60 %ClaNum:141(EqnAxiom:0)
% 266.84/267.60 %VarNum:1092(SingletonVarNum:348)
% 266.84/267.60 %MaxLitNum:6
% 266.84/267.60 %MaxfuncDepth:1
% 266.84/267.60 %SharedTerms:13
% 266.84/267.60 %goalClause: 1 2 3 4 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 70 71 72 73 74 76 77 78 79 80 81 82 83 84 85 86 87 88 89 90 91 92 93 94 95 96 97 98 99 100 101 102 103 104 105 106 107 108 109 110 111 112 113 114 115 116 117 118 119 120 121 122 123 124 125 126 127 128 129 130 131 132 133 134 135 136 137 138 139 140 141
% 266.84/267.60 %singleGoalClaCount:8
% 266.84/267.60 [1]P1(a1,a12)
% 266.84/267.60 [2]P1(a1,a63)
% 266.84/267.60 [3]P1(a1,a64)
% 266.84/267.60 [4]P1(a1,a65)
% 266.84/267.60 [6]~P2(a12)
% 266.84/267.60 [7]~P3(a63)
% 266.84/267.60 [8]~P4(a64)
% 266.84/267.60 [9]~P5(a65)
% 266.84/267.60 [5]P1(x51,x51)
% 266.84/267.60 [10]P7(x101)+~P1(a1,x101)+~P8(f13(x101))
% 266.84/267.60 [11]P7(x111)+~P1(a1,x111)+~P9(f39(x111))
% 266.84/267.60 [12]P7(x121)+~P1(a1,x121)+~P10(f44(x121))
% 266.84/267.60 [13]P6(x131)+~P1(a1,x131)+~P8(f40(x131))
% 266.84/267.60 [14]P6(x141)+~P1(a1,x141)+~P9(f45(x141))
% 266.84/267.60 [15]P6(x151)+~P1(a1,x151)+~P10(f50(x151))
% 266.84/267.60 [16]P2(x161)+~P1(a1,x161)+~P13(f51(x161))
% 266.84/267.60 [17]P2(x171)+~P1(a1,x171)+~P12(f56(x171))
% 266.84/267.60 [18]P3(x181)+~P1(a1,x181)+~P13(f58(x181))
% 266.84/267.60 [19]P3(x191)+~P1(a1,x191)+~P12(f59(x191))
% 266.84/267.60 [20]P4(x201)+~P1(a1,x201)+~P11(f60(x201))
% 266.84/267.60 [21]P5(x211)+~P1(a1,x211)+~P13(f61(x211))
% 266.84/267.60 [22]P5(x221)+~P1(a1,x221)+~P12(f62(x221))
% 266.84/267.60 [23]P7(x231)+P1(x231,f13(x231))+~P1(a1,x231)
% 266.84/267.60 [24]P7(x241)+P1(x241,f39(x241))+~P1(a1,x241)
% 266.84/267.60 [25]P7(x251)+P1(x251,f44(x251))+~P1(a1,x251)
% 266.84/267.60 [26]P6(x261)+P1(x261,f40(x261))+~P1(a1,x261)
% 266.84/267.60 [27]P6(x271)+P1(x271,f45(x271))+~P1(a1,x271)
% 266.84/267.60 [28]P6(x281)+P1(x281,f50(x281))+~P1(a1,x281)
% 266.84/267.60 [29]P2(x291)+P1(x291,f51(x291))+~P1(a1,x291)
% 266.84/267.60 [30]P2(x301)+P1(x301,f56(x301))+~P1(a1,x301)
% 266.84/267.60 [31]P3(x311)+P1(x311,f58(x311))+~P1(a1,x311)
% 266.84/267.60 [32]P3(x321)+P1(x321,f59(x321))+~P1(a1,x321)
% 266.84/267.60 [33]P4(x331)+P1(x331,f60(x331))+~P1(a1,x331)
% 266.84/267.60 [34]P5(x341)+P1(x341,f61(x341))+~P1(a1,x341)
% 266.84/267.60 [35]P5(x351)+P1(x351,f62(x351))+~P1(a1,x351)
% 266.84/267.60 [36]~P1(x362,x361)+P8(x361)+~P1(a1,x362)+P1(x361,f14(x362,x361))
% 266.84/267.60 [37]~P1(x372,x371)+P8(x371)+~P1(a1,x372)+P1(x371,f22(x372,x371))
% 266.84/267.60 [38]~P1(x382,x381)+P8(x381)+~P1(a1,x382)+P1(x381,f28(x382,x381))
% 266.84/267.60 [39]~P1(x392,x391)+P9(x391)+~P1(a1,x392)+P1(x391,f23(x392,x391))
% 266.84/267.60 [40]~P1(x402,x401)+P9(x401)+~P1(a1,x402)+P1(x401,f29(x402,x401))
% 266.84/267.60 [41]~P1(x412,x411)+P9(x411)+~P1(a1,x412)+P1(x411,f34(x412,x411))
% 266.84/267.60 [42]~P1(x422,x421)+P10(x421)+~P1(a1,x422)+P1(x421,f24(x422,x421))
% 266.84/267.60 [43]~P1(x432,x431)+P10(x431)+~P1(a1,x432)+P1(x431,f30(x432,x431))
% 266.84/267.60 [44]~P1(x442,x441)+P10(x441)+~P1(a1,x442)+P1(x441,f35(x442,x441))
% 266.84/267.60 [45]~P1(x452,x451)+P13(x451)+~P1(a1,x452)+P1(x451,f41(x452,x451))
% 266.84/267.60 [46]~P1(x462,x461)+P13(x461)+~P1(a1,x462)+P1(x461,f42(x462,x461))
% 266.84/267.60 [47]~P1(x472,x471)+P13(x471)+~P1(a1,x472)+P1(x471,f43(x472,x471))
% 266.84/267.60 [48]~P1(x482,x481)+P12(x481)+~P1(a1,x482)+P1(x481,f46(x482,x481))
% 266.84/267.60 [49]~P1(x492,x491)+P12(x491)+~P1(a1,x492)+P1(x491,f48(x492,x491))
% 266.84/267.60 [50]~P1(x502,x501)+P12(x501)+~P1(a1,x502)+P1(x501,f49(x502,x501))
% 266.84/267.60 [51]~P1(x512,x511)+P11(x511)+~P1(a1,x512)+P1(x511,f52(x512,x511))
% 266.84/267.60 [52]~P1(x522,x521)+P11(x521)+~P1(a1,x522)+P1(x521,f53(x522,x521))
% 266.84/267.60 [53]~P1(x532,x531)+P11(x531)+~P1(a1,x532)+P1(x531,f54(x532,x531))
% 266.84/267.60 [54]~P1(x542,x541)+P11(x541)+~P1(a1,x542)+P1(x541,f55(x542,x541))
% 266.84/267.60 [55]P8(x551)+~P1(x552,x551)+~P1(a1,x552)+~P14(f14(x552,x551))
% 266.84/267.60 [56]P8(x561)+~P1(x562,x561)+~P1(a1,x562)+~P15(f28(x562,x561))
% 266.84/267.60 [57]P8(x571)+~P1(x572,x571)+~P1(a1,x572)+~P17(f22(x572,x571))
% 266.84/267.60 [58]P9(x581)+~P1(x582,x581)+~P1(a1,x582)+~P14(f23(x582,x581))
% 266.84/267.60 [59]P9(x591)+~P1(x592,x591)+~P1(a1,x592)+~P15(f34(x592,x591))
% 266.84/267.60 [60]P9(x601)+~P1(x602,x601)+~P1(a1,x602)+~P17(f29(x602,x601))
% 266.84/267.60 [61]P10(x611)+~P1(x612,x611)+~P1(a1,x612)+~P14(f24(x612,x611))
% 266.84/267.60 [62]P10(x621)+~P1(x622,x621)+~P1(a1,x622)+~P15(f35(x622,x621))
% 266.84/267.60 [63]P10(x631)+~P1(x632,x631)+~P1(a1,x632)+~P17(f30(x632,x631))
% 266.84/267.60 [64]P13(x641)+~P1(x642,x641)+~P1(a1,x642)+~P19(f41(x642,x641))
% 266.84/267.60 [65]P13(x651)+~P1(x652,x651)+~P1(a1,x652)+~P18(f42(x652,x651))
% 266.84/267.60 [66]P13(x661)+~P1(x662,x661)+~P1(a1,x662)+~P16(f43(x662,x661))
% 266.84/267.60 [67]P12(x671)+~P1(x672,x671)+~P1(a1,x672)+~P19(f46(x672,x671))
% 266.84/267.60 [68]P12(x681)+~P1(x682,x681)+~P1(a1,x682)+~P18(f48(x682,x681))
% 266.84/267.60 [69]P12(x691)+~P1(x692,x691)+~P1(a1,x692)+~P16(f49(x692,x691))
% 266.84/267.60 [70]P11(x701)+~P1(x702,x701)+~P1(a1,x702)+~P19(f52(x702,x701))
% 266.84/267.60 [71]P11(x711)+~P1(x712,x711)+~P1(a1,x712)+~P17(f53(x712,x711))
% 266.84/267.60 [72]P11(x721)+~P1(x722,x721)+~P1(a1,x722)+~P18(f54(x722,x721))
% 266.84/267.60 [73]P11(x731)+~P1(x732,x731)+~P1(a1,x732)+~P16(f55(x732,x731))
% 266.84/267.60 [78]~P1(x783,x781)+~P1(x782,x783)+P14(x781)+~P1(a1,x782)+P1(x781,f2(x782,x783,x781))
% 266.84/267.60 [79]~P1(x793,x791)+~P1(x792,x793)+P14(x791)+~P1(a1,x792)+P1(x791,f4(x792,x793,x791))
% 266.84/267.60 [80]~P1(x803,x801)+~P1(x802,x803)+P14(x801)+~P1(a1,x802)+P1(x801,f15(x802,x803,x801))
% 266.84/267.60 [81]~P1(x813,x811)+~P1(x812,x813)+P15(x811)+~P1(a1,x812)+P1(x811,f5(x812,x813,x811))
% 266.84/267.60 [82]~P1(x823,x821)+~P1(x822,x823)+P15(x821)+~P1(a1,x822)+P1(x821,f9(x822,x823,x821))
% 266.84/267.60 [83]~P1(x833,x831)+~P1(x832,x833)+P15(x831)+~P1(a1,x832)+P1(x831,f17(x832,x833,x831))
% 266.84/267.60 [84]~P1(x843,x841)+~P1(x842,x843)+P19(x841)+~P1(a1,x842)+P1(x841,f25(x842,x843,x841))
% 266.84/267.60 [85]~P1(x853,x851)+~P1(x852,x853)+P19(x851)+~P1(a1,x852)+P1(x851,f27(x852,x853,x851))
% 266.84/267.60 [86]~P1(x863,x861)+~P1(x862,x863)+P17(x861)+~P1(a1,x862)+P1(x861,f31(x862,x863,x861))
% 266.84/267.60 [87]~P1(x873,x871)+~P1(x872,x873)+P18(x871)+~P1(a1,x872)+P1(x871,f32(x872,x873,x871))
% 266.84/267.60 [88]~P1(x883,x881)+~P1(x882,x883)+P18(x881)+~P1(a1,x882)+P1(x881,f33(x882,x883,x881))
% 266.84/267.60 [89]~P1(x893,x891)+~P1(x892,x893)+P16(x891)+~P1(a1,x892)+P1(x891,f37(x892,x893,x891))
% 266.84/267.60 [90]~P1(x903,x901)+~P1(x902,x903)+P16(x901)+~P1(a1,x902)+P1(x901,f38(x902,x903,x901))
% 266.84/267.60 [91]P14(x911)+~P1(x912,x911)+~P1(x913,x912)+~P1(a1,x913)+~P23(f2(x913,x912,x911))
% 266.84/267.60 [92]P14(x921)+~P1(x922,x921)+~P1(x923,x922)+~P1(a1,x923)+~P24(f4(x923,x922,x921))
% 266.84/267.60 [93]P14(x931)+~P1(x932,x931)+~P1(x933,x932)+~P1(a1,x933)+~P25(f15(x933,x932,x931))
% 266.84/267.60 [94]P15(x941)+~P1(x942,x941)+~P1(x943,x942)+~P1(a1,x943)+~P23(f5(x943,x942,x941))
% 266.84/267.60 [95]P15(x951)+~P1(x952,x951)+~P1(x953,x952)+~P1(a1,x953)+~P24(f9(x953,x952,x951))
% 266.84/267.60 [96]P15(x961)+~P1(x962,x961)+~P1(x963,x962)+~P1(a1,x963)+~P25(f17(x963,x962,x961))
% 266.84/267.60 [97]P19(x971)+~P1(x972,x971)+~P1(x973,x972)+~P1(a1,x973)+~P28(f25(x973,x972,x971))
% 266.84/267.60 [98]P19(x981)+~P1(x982,x981)+~P1(x983,x982)+~P1(a1,x983)+~P27(f27(x983,x982,x981))
% 266.84/267.60 [99]P17(x991)+~P1(x992,x991)+~P1(x993,x992)+~P1(a1,x993)+~P26(f31(x993,x992,x991))
% 266.84/267.60 [100]P18(x1001)+~P1(x1002,x1001)+~P1(x1003,x1002)+~P1(a1,x1003)+~P28(f32(x1003,x1002,x1001))
% 266.84/267.60 [101]P18(x1011)+~P1(x1012,x1011)+~P1(x1013,x1012)+~P1(a1,x1013)+~P27(f33(x1013,x1012,x1011))
% 266.84/267.60 [102]P16(x1021)+~P1(x1022,x1021)+~P1(x1023,x1022)+~P1(a1,x1023)+~P28(f37(x1023,x1022,x1021))
% 266.84/267.60 [103]P16(x1031)+~P1(x1032,x1031)+~P1(x1033,x1032)+~P1(a1,x1033)+~P27(f38(x1033,x1032,x1031))
% 266.84/267.60 [104]~P1(x1044,x1041)+~P1(x1043,x1044)+~P1(x1042,x1043)+P23(x1041)+~P1(a1,x1042)+P1(x1041,f26(x1042,x1043,x1044,x1041))
% 266.84/267.60 [105]~P1(x1054,x1051)+~P1(x1053,x1054)+~P1(x1052,x1053)+P23(x1051)+~P1(a1,x1052)+P1(x1051,f57(x1052,x1053,x1054,x1051))
% 266.84/267.60 [106]~P1(x1064,x1061)+~P1(x1063,x1064)+~P1(x1062,x1063)+P23(x1061)+~P1(a1,x1062)+P1(x1061,f66(x1062,x1063,x1064,x1061))
% 266.84/267.60 [107]~P1(x1074,x1071)+~P1(x1073,x1074)+~P1(x1072,x1073)+P24(x1071)+~P1(a1,x1072)+P1(x1071,f36(x1072,x1073,x1074,x1071))
% 266.84/267.60 [108]~P1(x1084,x1081)+~P1(x1083,x1084)+~P1(x1082,x1083)+P24(x1081)+~P1(a1,x1082)+P1(x1081,f67(x1082,x1083,x1084,x1081))
% 266.84/267.60 [109]~P1(x1094,x1091)+~P1(x1093,x1094)+~P1(x1092,x1093)+P24(x1091)+~P1(a1,x1092)+P1(x1091,f69(x1092,x1093,x1094,x1091))
% 266.84/267.60 [110]~P1(x1104,x1101)+~P1(x1103,x1104)+~P1(x1102,x1103)+P25(x1101)+~P1(a1,x1102)+P1(x1101,f47(x1102,x1103,x1104,x1101))
% 266.84/267.60 [111]~P1(x1114,x1111)+~P1(x1113,x1114)+~P1(x1112,x1113)+P25(x1111)+~P1(a1,x1112)+P1(x1111,f68(x1112,x1113,x1114,x1111))
% 266.84/267.60 [112]~P1(x1124,x1121)+~P1(x1123,x1124)+~P1(x1122,x1123)+P25(x1121)+~P1(a1,x1122)+P1(x1121,f3(x1122,x1123,x1124,x1121))
% 266.84/267.60 [113]~P1(x1134,x1131)+~P1(x1133,x1134)+~P1(x1132,x1133)+P28(x1131)+~P1(a1,x1132)+P1(x1131,f6(x1132,x1133,x1134,x1131))
% 266.84/267.60 [114]~P1(x1144,x1141)+~P1(x1143,x1144)+~P1(x1142,x1143)+P28(x1141)+~P1(a1,x1142)+P1(x1141,f7(x1142,x1143,x1144,x1141))
% 266.84/267.60 [115]~P1(x1154,x1151)+~P1(x1153,x1154)+~P1(x1152,x1153)+P28(x1151)+~P1(a1,x1152)+P1(x1151,f8(x1152,x1153,x1154,x1151))
% 266.84/267.60 [116]~P1(x1164,x1161)+~P1(x1163,x1164)+~P1(x1162,x1163)+P27(x1161)+~P1(a1,x1162)+P1(x1161,f10(x1162,x1163,x1164,x1161))
% 266.84/267.60 [117]~P1(x1174,x1171)+~P1(x1173,x1174)+~P1(x1172,x1173)+P27(x1171)+~P1(a1,x1172)+P1(x1171,f11(x1172,x1173,x1174,x1171))
% 266.84/267.60 [118]~P1(x1184,x1181)+~P1(x1183,x1184)+~P1(x1182,x1183)+P27(x1181)+~P1(a1,x1182)+P1(x1181,f16(x1182,x1183,x1184,x1181))
% 266.84/267.60 [119]~P1(x1194,x1191)+~P1(x1193,x1194)+~P1(x1192,x1193)+P26(x1191)+~P1(a1,x1192)+P1(x1191,f18(x1192,x1193,x1194,x1191))
% 266.84/267.60 [120]~P1(x1204,x1201)+~P1(x1203,x1204)+~P1(x1202,x1203)+P26(x1201)+~P1(a1,x1202)+P1(x1201,f19(x1202,x1203,x1204,x1201))
% 266.84/267.60 [121]~P1(x1214,x1211)+~P1(x1213,x1214)+~P1(x1212,x1213)+P26(x1211)+~P1(a1,x1212)+P1(x1211,f20(x1212,x1213,x1214,x1211))
% 266.84/267.60 [122]~P1(x1224,x1221)+~P1(x1223,x1224)+~P1(x1222,x1223)+P26(x1221)+~P1(a1,x1222)+P1(x1221,f21(x1222,x1223,x1224,x1221))
% 266.84/267.60 [123]P23(x1231)+~P1(x1232,x1231)+~P1(x1233,x1232)+~P1(x1234,x1233)+~P1(a1,x1234)+~P20(f26(x1234,x1233,x1232,x1231))
% 266.84/267.60 [124]P23(x1241)+~P1(x1242,x1241)+~P1(x1243,x1242)+~P1(x1244,x1243)+~P1(a1,x1244)+~P21(f57(x1244,x1243,x1242,x1241))
% 266.84/267.60 [125]P23(x1251)+~P1(x1252,x1251)+~P1(x1253,x1252)+~P1(x1254,x1253)+~P1(a1,x1254)+~P22(f66(x1254,x1253,x1252,x1251))
% 266.84/267.60 [126]P24(x1261)+~P1(x1262,x1261)+~P1(x1263,x1262)+~P1(x1264,x1263)+~P1(a1,x1264)+~P20(f36(x1264,x1263,x1262,x1261))
% 266.84/267.60 [127]P24(x1271)+~P1(x1272,x1271)+~P1(x1273,x1272)+~P1(x1274,x1273)+~P1(a1,x1274)+~P21(f67(x1274,x1273,x1272,x1271))
% 266.84/267.60 [128]P24(x1281)+~P1(x1282,x1281)+~P1(x1283,x1282)+~P1(x1284,x1283)+~P1(a1,x1284)+~P22(f69(x1284,x1283,x1282,x1281))
% 266.84/267.60 [129]P25(x1291)+~P1(x1292,x1291)+~P1(x1293,x1292)+~P1(x1294,x1293)+~P1(a1,x1294)+~P20(f47(x1294,x1293,x1292,x1291))
% 266.84/267.60 [130]P25(x1301)+~P1(x1302,x1301)+~P1(x1303,x1302)+~P1(x1304,x1303)+~P1(a1,x1304)+~P21(f68(x1304,x1303,x1302,x1301))
% 266.84/267.60 [131]P25(x1311)+~P1(x1312,x1311)+~P1(x1313,x1312)+~P1(x1314,x1313)+~P1(a1,x1314)+~P22(f3(x1314,x1313,x1312,x1311))
% 266.84/267.60 [132]P28(x1321)+~P1(x1322,x1321)+~P1(x1323,x1322)+~P1(x1324,x1323)+~P1(a1,x1324)+~P31(f6(x1324,x1323,x1322,x1321))
% 266.84/267.60 [133]P28(x1331)+~P1(x1332,x1331)+~P1(x1333,x1332)+~P1(x1334,x1333)+~P1(a1,x1334)+~P30(f7(x1334,x1333,x1332,x1331))
% 266.84/267.60 [134]P28(x1341)+~P1(x1342,x1341)+~P1(x1343,x1342)+~P1(x1344,x1343)+~P1(a1,x1344)+~P29(f8(x1344,x1343,x1342,x1341))
% 266.84/267.60 [135]P27(x1351)+~P1(x1352,x1351)+~P1(x1353,x1352)+~P1(x1354,x1353)+~P1(a1,x1354)+~P31(f10(x1354,x1353,x1352,x1351))
% 266.84/267.60 [136]P27(x1361)+~P1(x1362,x1361)+~P1(x1363,x1362)+~P1(x1364,x1363)+~P1(a1,x1364)+~P30(f11(x1364,x1363,x1362,x1361))
% 266.84/267.60 [137]P27(x1371)+~P1(x1372,x1371)+~P1(x1373,x1372)+~P1(x1374,x1373)+~P1(a1,x1374)+~P29(f16(x1374,x1373,x1372,x1371))
% 266.84/267.60 [138]P26(x1381)+~P1(x1382,x1381)+~P1(x1383,x1382)+~P1(x1384,x1383)+~P1(a1,x1384)+~P21(f19(x1384,x1383,x1382,x1381))
% 266.84/267.60 [139]P26(x1391)+~P1(x1392,x1391)+~P1(x1393,x1392)+~P1(x1394,x1393)+~P1(a1,x1394)+~P31(f18(x1394,x1393,x1392,x1391))
% 266.84/267.60 [140]P26(x1401)+~P1(x1402,x1401)+~P1(x1403,x1402)+~P1(x1404,x1403)+~P1(a1,x1404)+~P30(f20(x1404,x1403,x1402,x1401))
% 266.84/267.60 [141]P26(x1411)+~P1(x1412,x1411)+~P1(x1413,x1412)+~P1(x1414,x1413)+~P1(a1,x1414)+~P29(f21(x1414,x1413,x1412,x1411))
% 266.84/267.60 [74]P20(x741)+~P1(x742,x741)+~P1(x743,x742)+~P1(x744,x743)+~P1(x745,x744)+~P1(a1,x745)
% 266.84/267.60 [76]P21(x761)+~P1(x762,x761)+~P1(x763,x762)+~P1(x764,x763)+~P1(x765,x764)+~P1(a1,x765)
% 266.84/267.60 [77]P22(x771)+~P1(x772,x771)+~P1(x773,x772)+~P1(x774,x773)+~P1(x775,x774)+~P1(a1,x775)
% 266.84/267.60 %EqnAxiom
% 266.84/267.60
% 266.84/267.60 %-------------------------------------------
% 267.14/267.90 cnf(143,plain,
% 267.14/267.90 (P1(x1431,x1431)),
% 267.14/267.90 inference(rename_variables,[],[5])).
% 267.14/267.90 cnf(146,plain,
% 267.14/267.90 (P1(a65,f61(a65))),
% 267.14/267.90 inference(scs_inference,[],[1,5,4,9,76,35,34])).
% 267.14/267.90 cnf(148,plain,
% 267.14/267.90 (P1(a64,f60(a64))),
% 267.14/267.90 inference(scs_inference,[],[1,5,3,4,8,9,76,35,34,33])).
% 267.14/267.90 cnf(150,plain,
% 267.14/267.90 (P1(a63,f59(a63))),
% 267.14/267.90 inference(scs_inference,[],[1,5,2,3,4,7,8,9,76,35,34,33,32])).
% 267.14/267.90 cnf(152,plain,
% 267.14/267.90 (P1(a63,f58(a63))),
% 267.14/267.90 inference(scs_inference,[],[1,5,2,3,4,7,8,9,76,35,34,33,32,31])).
% 267.14/267.90 cnf(154,plain,
% 267.14/267.90 (P1(a12,f56(a12))),
% 267.14/267.90 inference(scs_inference,[],[1,5,2,3,4,6,7,8,9,76,35,34,33,32,31,30])).
% 267.14/267.90 cnf(156,plain,
% 267.14/267.90 (P1(a12,f51(a12))),
% 267.14/267.90 inference(scs_inference,[],[1,5,2,3,4,6,7,8,9,76,35,34,33,32,31,30,29])).
% 267.14/267.90 cnf(158,plain,
% 267.14/267.90 (~P12(f62(a65))),
% 267.14/267.90 inference(scs_inference,[],[1,5,2,3,4,6,7,8,9,76,35,34,33,32,31,30,29,22])).
% 267.14/267.90 cnf(164,plain,
% 267.14/267.90 (~P12(f59(a63))),
% 267.14/267.90 inference(scs_inference,[],[1,5,2,3,4,6,7,8,9,76,35,34,33,32,31,30,29,22,21,20,19])).
% 267.14/267.90 cnf(166,plain,
% 267.14/267.90 (~P13(f58(a63))),
% 267.14/267.90 inference(scs_inference,[],[1,5,2,3,4,6,7,8,9,76,35,34,33,32,31,30,29,22,21,20,19,18])).
% 267.14/267.90 cnf(168,plain,
% 267.14/267.90 (~P12(f56(a12))),
% 267.14/267.90 inference(scs_inference,[],[1,5,2,3,4,6,7,8,9,76,35,34,33,32,31,30,29,22,21,20,19,18,17])).
% 267.14/267.90 cnf(170,plain,
% 267.14/267.90 (~P13(f51(a12))),
% 267.14/267.90 inference(scs_inference,[],[1,5,2,3,4,6,7,8,9,76,35,34,33,32,31,30,29,22,21,20,19,18,17,16])).
% 267.14/267.90 cnf(174,plain,
% 267.14/267.90 (~P18(f54(a64,f60(a64)))),
% 267.14/267.90 inference(scs_inference,[],[1,5,2,3,4,6,7,8,9,76,35,34,33,32,31,30,29,22,21,20,19,18,17,16,73,72])).
% 267.14/267.90 cnf(176,plain,
% 267.14/267.90 (~P17(f53(a64,f60(a64)))),
% 267.14/267.90 inference(scs_inference,[],[1,5,2,3,4,6,7,8,9,76,35,34,33,32,31,30,29,22,21,20,19,18,17,16,73,72,71])).
% 267.14/267.90 cnf(182,plain,
% 267.14/267.90 (~P18(f42(a65,f61(a65)))),
% 267.14/267.90 inference(scs_inference,[],[1,5,2,3,4,6,7,8,9,76,35,34,33,32,31,30,29,22,21,20,19,18,17,16,73,72,71,70,66,65])).
% 267.14/267.90 cnf(194,plain,
% 267.14/267.90 (P1(f60(a64),f54(a64,f60(a64)))),
% 267.14/267.90 inference(scs_inference,[],[1,5,143,2,3,4,6,7,8,9,76,35,34,33,32,31,30,29,22,21,20,19,18,17,16,73,72,71,70,66,65,64,69,68,67,54,53])).
% 267.14/267.90 cnf(196,plain,
% 267.14/267.90 (P1(f60(a64),f53(a64,f60(a64)))),
% 267.14/267.90 inference(scs_inference,[],[1,5,143,2,3,4,6,7,8,9,76,35,34,33,32,31,30,29,22,21,20,19,18,17,16,73,72,71,70,66,65,64,69,68,67,54,53,52])).
% 267.14/267.90 cnf(208,plain,
% 267.14/267.90 (P1(f61(a65),f42(a65,f61(a65)))),
% 267.14/267.90 inference(scs_inference,[],[1,5,143,2,3,4,6,7,8,9,76,35,34,33,32,31,30,29,22,21,20,19,18,17,16,73,72,71,70,66,65,64,69,68,67,54,53,52,51,50,49,48,47,46])).
% 267.14/267.90 cnf(212,plain,
% 267.14/267.90 (~P16(f49(a63,f59(a63)))),
% 267.14/267.90 inference(scs_inference,[],[2,164,150,69])).
% 267.14/267.90 cnf(214,plain,
% 267.14/267.90 (~P18(f48(a63,f59(a63)))),
% 267.14/267.90 inference(scs_inference,[],[2,164,150,69,68])).
% 267.14/267.90 cnf(216,plain,
% 267.14/267.90 (~P19(f46(a63,f59(a63)))),
% 267.14/267.90 inference(scs_inference,[],[2,164,150,69,68,67])).
% 267.14/267.90 cnf(218,plain,
% 267.14/267.90 (P1(f59(a63),f49(a63,f59(a63)))),
% 267.14/267.90 inference(scs_inference,[],[2,164,150,69,68,67,50])).
% 267.14/267.90 cnf(220,plain,
% 267.14/267.90 (P1(f59(a63),f48(a63,f59(a63)))),
% 267.14/267.90 inference(scs_inference,[],[2,164,150,69,68,67,50,49])).
% 267.14/267.90 cnf(222,plain,
% 267.14/267.90 (P1(f59(a63),f46(a63,f59(a63)))),
% 267.14/267.90 inference(scs_inference,[],[2,164,150,69,68,67,50,49,48])).
% 267.14/267.90 cnf(224,plain,
% 267.14/267.90 (P1(f58(a63),f42(a63,f58(a63)))),
% 267.14/267.90 inference(scs_inference,[],[2,164,166,150,152,69,68,67,50,49,48,46])).
% 267.14/267.90 cnf(226,plain,
% 267.14/267.90 (P1(f58(a63),f41(a63,f58(a63)))),
% 267.14/267.90 inference(scs_inference,[],[2,164,166,150,152,69,68,67,50,49,48,46,45])).
% 267.14/267.90 cnf(228,plain,
% 267.14/267.90 (P1(a65,f62(a65))),
% 267.14/267.90 inference(scs_inference,[],[9,2,4,164,166,150,152,69,68,67,50,49,48,46,45,35])).
% 267.14/267.90 cnf(237,plain,
% 267.14/267.90 (~P18(f42(a63,f58(a63)))),
% 267.14/267.90 inference(scs_inference,[],[1,5,9,2,4,164,166,150,152,154,69,68,67,50,49,48,46,45,35,47,103,66,65])).
% 267.14/267.90 cnf(239,plain,
% 267.14/267.90 (~P19(f41(a63,f58(a63)))),
% 267.14/267.90 inference(scs_inference,[],[1,5,9,2,4,164,166,150,152,154,69,68,67,50,49,48,46,45,35,47,103,66,65,64])).
% 267.14/267.90 cnf(265,plain,
% 267.14/267.90 (P1(x2651,x2651)),
% 267.14/267.90 inference(rename_variables,[],[5])).
% 267.14/267.90 cnf(271,plain,
% 267.14/267.90 (P1(f62(a65),f49(a65,f62(a65)))),
% 267.14/267.90 inference(scs_inference,[],[2,5,265,4,158,228,150,76,102,50])).
% 267.14/267.90 cnf(273,plain,
% 267.14/267.90 (P1(f62(a65),f48(a65,f62(a65)))),
% 267.14/267.90 inference(scs_inference,[],[2,5,265,4,158,228,150,76,102,50,49])).
% 267.14/267.90 cnf(275,plain,
% 267.14/267.90 (P1(f62(a65),f46(a65,f62(a65)))),
% 267.14/267.90 inference(scs_inference,[],[2,5,265,4,158,228,150,76,102,50,49,48])).
% 267.14/267.90 cnf(449,plain,
% 267.14/267.90 (P1(f56(a12),f49(a12,f56(a12)))),
% 267.14/267.90 inference(scs_inference,[],[168,154,1,50])).
% 267.14/267.90 cnf(451,plain,
% 267.14/267.90 (P1(f56(a12),f48(a12,f56(a12)))),
% 267.14/267.90 inference(scs_inference,[],[168,154,1,50,49])).
% 267.14/267.90 cnf(453,plain,
% 267.14/267.90 (P1(f56(a12),f46(a12,f56(a12)))),
% 267.14/267.90 inference(scs_inference,[],[168,154,1,50,49,48])).
% 267.14/267.90 cnf(515,plain,
% 267.14/267.90 (P1(x5151,x5151)),
% 267.14/267.90 inference(rename_variables,[],[5])).
% 267.14/267.90 cnf(520,plain,
% 267.14/267.90 (~P18(f48(a12,f56(a12)))),
% 267.14/267.90 inference(scs_inference,[],[154,5,515,168,1,76,122,68])).
% 267.14/267.90 cnf(522,plain,
% 267.14/267.90 (~P16(f49(a12,f56(a12)))),
% 267.14/267.90 inference(scs_inference,[],[154,5,515,168,1,76,122,68,69])).
% 267.14/267.90 cnf(547,plain,
% 267.14/267.90 (~P19(f41(a12,f51(a12)))),
% 267.14/267.90 inference(scs_inference,[],[156,170,1,64])).
% 267.14/267.90 cnf(549,plain,
% 267.14/267.90 (P1(f51(a12),f43(a12,f51(a12)))),
% 267.14/267.90 inference(scs_inference,[],[156,170,1,64,47])).
% 267.14/267.90 cnf(699,plain,
% 267.14/267.90 (~P18(f48(a65,f62(a65)))),
% 267.14/267.90 inference(scs_inference,[],[5,158,156,228,170,4,1,46,90,68])).
% 267.14/267.90 cnf(728,plain,
% 267.14/267.90 (~P19(f46(a12,f56(a12)))),
% 267.14/267.90 inference(scs_inference,[],[154,168,1,67])).
% 267.14/267.90 cnf(764,plain,
% 267.14/267.90 (P1(f51(a12),f41(a12,f51(a12)))),
% 267.14/267.90 inference(scs_inference,[],[156,170,1,45])).
% 267.14/267.90 cnf(766,plain,
% 267.14/267.90 (~P16(f49(a65,f62(a65)))),
% 267.14/267.90 inference(scs_inference,[],[158,156,228,170,4,1,45,69])).
% 267.14/267.90 cnf(768,plain,
% 267.14/267.90 (~P16(f43(a12,f51(a12)))),
% 267.14/267.90 inference(scs_inference,[],[158,156,228,170,4,1,45,69,66])).
% 267.14/267.90 cnf(72029,plain,
% 267.14/267.90 (P1(f46(a12,f56(a12)),f25(a12,f56(a12),f46(a12,f56(a12))))),
% 267.14/267.90 inference(scs_inference,[],[1,4,228,154,273,453,728,699,100,98,84])).
% 267.14/267.90 cnf(72039,plain,
% 267.14/267.90 (~P28(f25(a12,f56(a12),f46(a12,f56(a12))))),
% 267.14/267.90 inference(scs_inference,[],[1,4,228,154,170,273,451,453,728,699,520,100,98,84,85,88,87,66,97])).
% 267.14/267.90 cnf(72041,plain,
% 267.14/267.90 (~P28(f37(a12,f51(a12),f43(a12,f51(a12))))),
% 267.14/267.90 inference(scs_inference,[],[1,4,228,154,156,170,273,549,451,453,768,728,699,520,100,98,84,85,88,87,66,97,102])).
% 267.14/267.90 cnf(72043,plain,
% 267.14/267.90 (~P27(f38(a12,f56(a12),f49(a12,f56(a12))))),
% 267.14/267.90 inference(scs_inference,[],[1,4,228,154,156,170,273,549,451,453,449,768,728,699,520,522,100,98,84,85,88,87,66,97,102,103])).
% 267.14/267.90 cnf(72049,plain,
% 267.14/267.90 (P1(f49(a12,f56(a12)),f38(a12,f56(a12),f49(a12,f56(a12))))),
% 267.14/267.90 inference(scs_inference,[],[1,4,228,154,156,170,273,549,451,453,449,768,728,699,520,522,100,98,84,85,88,87,66,97,102,103,101,89,90])).
% 267.14/267.90 cnf(72051,plain,
% 267.14/267.90 (P1(f53(a64,f60(a64)),f31(a64,f60(a64),f53(a64,f60(a64))))),
% 267.14/267.90 inference(scs_inference,[],[1,4,3,148,228,154,156,170,273,196,549,451,453,449,768,728,699,520,522,176,100,98,84,85,88,87,66,97,102,103,101,89,90,86])).
% 267.14/267.90 cnf(173701,plain,
% 267.14/267.90 (P1(x1737011,x1737011)),
% 267.14/267.90 inference(rename_variables,[],[5])).
% 267.14/267.90 cnf(173704,plain,
% 267.14/267.90 (P1(x1737041,x1737041)),
% 267.14/267.90 inference(rename_variables,[],[5])).
% 267.14/267.90 cnf(173707,plain,
% 267.14/267.90 (P1(x1737071,x1737071)),
% 267.14/267.90 inference(rename_variables,[],[5])).
% 267.14/267.90 cnf(173710,plain,
% 267.14/267.90 (P1(x1737101,x1737101)),
% 267.14/267.90 inference(rename_variables,[],[5])).
% 267.14/267.90 cnf(173713,plain,
% 267.14/267.90 (P1(x1737131,x1737131)),
% 267.14/267.90 inference(rename_variables,[],[5])).
% 267.14/267.90 cnf(173716,plain,
% 267.14/267.90 (P28(x1737161)+~P1(f62(a65),x1737161)+P1(x1737161,f6(a1,a65,f62(a65),x1737161))),
% 267.14/267.90 inference(scs_inference,[],[1,4,228,5,173701,173704,173707,173710,173713,76,113])).
% 267.14/267.90 cnf(183430,plain,
% 267.14/267.90 (P1(f42(a63,f58(a63)),f32(a63,f58(a63),f42(a63,f58(a63))))),
% 267.14/267.90 inference(scs_inference,[],[1,2,237,239,547,226,224,764,156,152,101,85,98,87])).
% 267.14/267.90 cnf(183441,plain,
% 267.14/267.90 (~P28(f32(a63,f58(a63),f42(a63,f58(a63))))),
% 267.14/267.90 inference(scs_inference,[],[1,2,72029,72049,72043,237,239,72039,547,226,224,764,449,453,164,156,152,154,5,101,85,98,87,116,114,76,50,100])).
% 267.14/267.90 cnf(183443,plain,
% 267.14/267.90 (P1(f43(a12,f51(a12)),f37(a12,f51(a12),f43(a12,f51(a12))))),
% 267.14/267.90 inference(scs_inference,[],[1,2,72029,72049,72043,237,239,72039,547,768,226,224,764,549,449,453,164,156,152,154,5,101,85,98,87,116,114,76,50,100,89])).
% 267.14/267.90 cnf(183449,plain,
% 267.14/267.90 (P1(f43(a12,f51(a12)),f38(a12,f51(a12),f43(a12,f51(a12))))),
% 267.14/267.90 inference(scs_inference,[],[1,2,4,72029,72049,766,72043,237,239,72039,547,768,226,224,764,549,449,453,271,164,156,152,154,228,5,101,85,98,87,116,114,76,50,100,89,84,102,90])).
% 267.14/267.90 cnf(183451,plain,
% 267.14/267.90 (~P26(f31(a64,f60(a64),f53(a64,f60(a64))))),
% 267.14/267.90 inference(scs_inference,[],[1,3,2,4,72029,72049,766,72043,237,239,72039,547,768,176,226,224,764,549,449,453,196,271,164,148,156,152,154,228,5,101,85,98,87,116,114,76,50,100,89,84,102,90,99])).
% 267.14/267.90 cnf(183455,plain,
% 267.14/267.90 (~P27(f38(a12,f51(a12),f43(a12,f51(a12))))),
% 267.14/267.90 inference(scs_inference,[],[1,3,2,4,72029,72049,766,72043,237,239,72039,547,768,176,226,224,764,549,449,453,196,271,164,148,156,152,154,228,5,101,85,98,87,116,114,76,50,100,89,84,102,90,99,88,103])).
% 267.14/267.90 cnf(183498,plain,
% 267.14/267.90 (P1(f31(a64,f60(a64),f53(a64,f60(a64))),f19(a64,f60(a64),f53(a64,f60(a64)),f31(a64,f60(a64),f53(a64,f60(a64)))))),
% 267.14/267.90 inference(scs_inference,[],[1,3,2,183430,183443,183449,183455,72041,183441,183451,174,212,214,216,547,72051,150,218,222,220,764,194,224,549,196,275,148,156,152,5,101,85,102,88,87,113,116,114,117,76,173716,100,84,115,120])).
% 267.14/267.90 cnf(183510,plain,
% 267.14/267.90 (~P21(f19(a64,f60(a64),f53(a64,f60(a64)),f31(a64,f60(a64),f53(a64,f60(a64)))))),
% 267.14/267.90 inference(scs_inference,[],[3,2,4,182,183451,214,72051,150,220,208,196,146,148,100,101,87,138])).
% 267.14/267.90 cnf(296859,plain,
% 267.14/267.90 ($false),
% 267.14/267.90 inference(scs_inference,[],[3,148,196,183498,72051,183510,76]),
% 267.14/267.90 ['proof']).
% 267.34/268.08 % SZS output end Proof
% 267.34/268.08 % Total time :266.000000s
%------------------------------------------------------------------------------